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Share Options
A
share call option gives the purchaser a right,
but not the obligation, to buy a fixed number of
shares at a specified price at some time in the future.
Share
options have been traded for centuries but their use
expanded significantly with the creation of traded
option markets in Chicago, Amsterdam and, in 1978, the
London Traded Options Market. In 1992 this became part
of the London International Financial Futures and
Options Exchange (LIFFE - pronounced 'life'). Euronext
bought LIFFE in 2002 and it is now officially Euronext
liffe.
A
share call option gives the purchaser a right,
but not the obligation, to buy a fixed number of
shares at a specified price at some time in the future.
In the case of traded options on LIFFE, one option
contract generally relates to a quantity of 1,000
shares. The seller of the
option, who receives the premium, is referred to
as the writer. The writer of a call option is
obliged to sell the agreed quantity of shares at the
agreed price sometime in the future.
For
options traded in US can be exercised by the buyer at any time up to
the expiry date, whereas options
traded in Europe can only
be exercised on a predetermined
future date. Just to confuse everybody, the
distinction has nothing to do with geography: most
options traded in Europe are American-style options.
Call
Option Holders (Call Option Buyers)
The
option premiums vary in proportion to the length of time
over which the option is exercisable.
Now let us examine
the call options available on an underlying share, Cadbury
Schweppes, on 31 October 2002. There
are a
number
of different options available for
this share, many of
which are not reported in the table presented in the Financial
Times, which is reproduced as Exhibit
1.1.
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|
Call option prices (premiums) pence |
|
Exercise price |
January |
April |
July |
|
390p |
41.5 |
48.5 |
54.5 |
|
420p |
24.5 |
32.5 |
39.5 |
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Share price on 31.10.02 = 416p |
|
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So, what do the
figures mean? If you wished on 31 October to obtain the right to buy
1,000 shares on or before late January 2003 at an exercise price of
420p, you would pay a premium of £245 (1,000 X 24.5p). If you wished
to keep your option to purchase open for another 3 months you could
select the April call. But this right to insist that the writer
sells the shares at the fixed price of 420p on or before a date in
late April will cost another £80 (the total premium payable on one
option contract is £325 rather than £245). This extra £80 represents
additional time value. Time value arises because of the potential
for the market price of the underlying to change in a way that
creates intrinsic value. The intrinsic value of an option is the
payoff that would be received if the underlying were at its current
level when the option expires. In this case, there is currently (31
October) no intrinsic value because the right to buy is at 420p
whereas the share price is 416p. However, if you look at the call
option with an exercise price of 390p then the right to buy at 390p
has intrinsic value because if you purchased at 390p by exercising
the option you could immediately sell at 416p in the share market:
the intrinsic value is therefore 26p per share, or £260 for 1,000
shares. The longer the time over which the option is exercisable,
the greater the chance that the price will move to give intrinsic
value. Time value is the amount by which the option premium exceeds
the intrinsic value.
The two exercise
price (also called strike price) levels presented in Exhibit
1.1
illustrate an in-the-money option (the 390 call option) and an
out-of-the-money option (the 420
call
option). The underlying share price (416p) is above the strike price
of 390 and
so the 390p call option has an intrinsic value of 26p and is
therefore in-the-money. The right to buy at 420p is out-of-the-money
because the share price is below the call option exercise price and
therefore has no intrinsic value. The holder of a 420p option would
not exercise this right to buy at 420p because the shares can be
bought on the stock exchange for 416p. (It is sometimes possible to
buy an at-the-money option, which is one where the market share
price is equal to the option exercise price.)
To emphasize the
key points: The option premiums vary in proportion to the length of
time over which the option is exercisable (e.g. they are higher for
an April option than for an January option). Also, call options with
a lower exercise prices will have a higher premiums.
Suppose on 31
October you are confident that Cadbury Schweppes shares are going to
rise significantly over the next 3 months to 700p and you purchase a
January 390 call at 41.5p.2 The cost of this right to purchase 1,000
shares is £415 (41.5p X 1,000 shares). If the share rises as
expected then you could exercise the right to purchase the shares
for a total of £3,900 and then sell them in the market for £7,000. A
profit of £3,100 less the option premium of £415 (i.e. £2,685) is
made before transaction costs (the brokers' fees, ete. would be in
the region of £20-£50). This represents a massive 647 per cent rise
before costs.
However, the future
is uncertain and the share price may not rise as expected. Let us
consider two other possibilities. First, the share price may remain
at 416p throughout the life of the option. Second, the stock market
may have a severe downturn and Cadbury Schweppes shares may fall to
300p. These possibilities are shown in Exhibit 1.2.
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Assumptions on share price in January |
|
|
|
at expiry |
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700p |
416p |
300p |
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Cost
of purchasing shares |
|
|
|
|
by
exercising the option |
£3,900 |
£3,900 |
£3,900 |
|
Value of shares bought |
£7,000 |
£4,160 |
£3,000 |
|
Profit from exercise of option |
£3,100 |
£260 |
Not
exercised |
|
and
sale of shares in the market |
|
|
|
|
Less
option premium paid |
£415 |
£415 |
£415 |
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Profit (loss) before transaction costs |
£2,685 |
-£155 |
- £415 |
|
Percentage return over 3 months |
647% |
-37% |
-
100% |
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